Data as of Oct 28, 2026.
IJR vs VGT: Differences, Returns & Fees
Over the year to Oct 28, 2026, IJR returned +17.5% to VGT's +24.7%; 3% of their weight is in the same names.
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Net assets: $104.6bn on Oct 27, 2026 for iShares Core S&P Small-Cap ETF, and $154.5bn on Sep 30, 2026 for Vanguard Information Tech ETF.
Pair scorecard
IJR costs 0.03 points a year less; their one-year returns differ by 7.2 points; VGT is 1.5 times larger.
| Measure | IJR | VGT |
|---|---|---|
| Return | ||
| Total return, 1 year | +17.5% | +24.7% |
| Drawdown | ||
| Below its high | 6.8%, high on Aug 14, 2026 | 4.8%, high on Oct 6, 2026 |
| Benchmark | ||
| What it tracks | S&P SmallCap 600 | MSCI US Investable Market Index (IMI)/Information Technology 25/50 |
| Cost and size | ||
| Expense ratio | 0.06% | 0.09% |
| Net assets, as of Sep 30, 2026 | $102.6bn | $154.5bn |
| Holdings | ||
| Holdings in common | 3% | |
| Top ten holdings, share of the fund | 5.3% | 63.6% |
Holdings in common uses holdings dated Sep 30, 2026 and Oct 27, 2026. Method
Risk and return
Feb 6, 2004 to Oct 23, 2026 · 1,185 weekly returnsEach against its own benchmark: IJR against SPSM, Jul 19, 2013 to Oct 23, 2026; VGT against FTEC, Nov 1, 2013 to Oct 23, 2026.
VGT returned more: +2,280.1% to +702.4%. VGT swung slightly less: 21.2% to 22.1%. VGT fell slightly less at its worst: −52.4% to −57.3%.
Full scorecard
19 measures, with how each is measured Open ↓
| Measure | IJR | VGT | Edge | How it is measured |
|---|---|---|---|---|
| Return | ||||
| Total return | +702.4% | +2,280.1% | VGT | Price change plus distributions, reinvested. |
| Annualized | +9.6% | +14.9% | VGT | Total return as a yearly rate. |
| Price return | +497.1% | +1,863.7% | VGT | Price change alone, distributions left out. |
| Risk | ||||
| Volatility | 22.1% | 21.2% | VGT (slight) | Spread of weekly returns, annualized. Lower is steadier. |
| Downside deviation | 15.3% | 14.4% | VGT (slight) | Like volatility, counting only weeks below the Treasury bill rate. |
| Max drawdown | −57.3% | −52.4% | VGT (slight) | Deepest fall from a high to the low after it. |
| Upside capture | 98.7% | 100.0% | Share of its benchmark's rise caught in the weeks it rose. | |
| Downside capture | 98.9% | 99.9% | Share of its benchmark's fall taken in the weeks it fell. Lower is better. | |
| Beta | 0.99 | 1.00 | Not an edge | How far it moves for each 1% its benchmark moves. |
| R squared | 0.99 | 1.00 | Not an edge | Share of its weekly moves its benchmark explains. |
| Risk-adjusted | ||||
| Sharpe | 0.44 | 0.68 | VGT | Return above Treasury bills per unit of volatility. |
| Sortino | 0.64 | 0.99 | VGT | Return above Treasury bills per unit of downside deviation. |
| Treynor | 0.097 | 0.201 | Return above Treasury bills per unit of beta. | |
| Calmar | 0.17 | 0.28 | VGT | Annualized return divided by the max drawdown. |
| Against the benchmark | ||||
| Benchmark | SPSM | FTEC | The ETF each fund is measured against. | |
| Alpha | +0.6% a year | +0.1% a year | Not significant | Yearly return beyond what its beta to the benchmark predicts. |
| Alpha t-stat | 0.91 | 0.80 | Not an edge | How sure the alpha is. Below 2, it could be chance. |
| Alpha range | −0.7% to +1.9% | −0.2% to +0.5% | Includes zero | The 95% range for the yearly alpha. |
| Information ratio | 0.20 | 0.19 | Return against its benchmark per unit of tracking error. | |
| Tracking error | 2.4% | 0.7% | Not an edge | How far weekly returns stray from the benchmark, annualized. |
Computed by ETFIQ from Tiingo daily prices and ETFIQ's distribution records, 1,185 weekly returns. Cash rate: the 13-week Treasury bill.
What they share
By the books each fund has filed, IJR and VGT hold 3% of their money in the same securities at the same weight. Holdings dated Sep 30, 2026 and Oct 27, 2026.
half
3% in common
Only in one fund ↓
Side by side
IJR and VGT on the fields both publish, as of Oct 28, 2026. Source: ETFIQ.
IJR and VGT do different jobs. What does each one do in a portfolio?
- What each follows. IJR follows S&P SmallCap 600 and VGT follows MSCI US Investable Market Index (IMI)/Information Technology 25/50.
- Holdings in common. 3% of the weight is in the same securities (holdings dated Oct 27, 2026 and Sep 30, 2026).
- One-year total return. Over 1 year to Oct 28, 2026 IJR returned +17.5% and VGT +24.7% with distributions reinvested, a gap of 7.2 points.
Data as of Oct 28, 2026.
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IJR
IJR tracks the S&P SmallCap 600. Over the year to Oct 28, 2026 it returned +17.5% with distributions reinvested, against +17.6% for its benchmark, the S&P SmallCap 600. The prospectus expense ratio is 0.06% a year. By its holdings published by its issuer for Oct 27, 2026, 0% of the fund by weight is stocks the S&P 500 also holds, across 642 positions, with the top ten at 5.3%. It sat 6.8% below its high of Aug 14, 2026 on Oct 28, 2026.
VGT
VGT tracks an index of Information technology. Over the year to Oct 28, 2026 it returned +24.7% with distributions reinvested, against +25.0% for its benchmark, the MSCI US Investable Market Index (IMI)/Information Technology 25/50. The prospectus expense ratio is 0.09% a year. By its holdings published by its issuer as of Sep 30, 2026, 87% of the fund by weight is stocks the S&P 500 also holds, across 320 positions, with the top ten at 63.6%. It sat 4.8% below its high of Oct 6, 2026 on Oct 28, 2026.
Questions people ask
- Which returned more over the last year, IJR or VGT?
- In the year to Oct 28, 2026, with distributions reinvested, IJR returned +17.5% and VGT +24.7%.
- Which is cheaper, IJR or VGT?
- IJR is cheaper, by 0.03 percentage points a year. That is about $3 on $10,000 held for a year. Fees come from each fund's prospectus.
Links are sources, not endorsements. A comparison is not a recommendation.
How this is computed
Overlap adds up the smaller of the two weights for each security both funds hold.
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ETFIQ, IJR against VGT, data as of Oct 28, 2026. https://etfiq.com/compare/any/ijr-vs-vgt
ETFIQ. (Oct 28, 2026). IJR against VGT. Retrieved from https://etfiq.com/compare/any/ijr-vs-vgt
[IJR against VGT (ETFIQ, Oct 28, 2026)](https://etfiq.com/compare/any/ijr-vs-vgt)
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